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Question: EFFECT OF BACTERICIDE The number of bacteria N(t) in a certain culture t min after an experimental bactericide is introduced obeys the rule
N(t) = 10,000 + 2000 1 + t2
Find the rate of change of the number of bacteria in the culture 1 min and 2 min after the bactericide is introduced. What is the population of the bacteria in the culture 1 min and 2 min after the bactericide is introduced?
Alex buys the chocolate-strawberry mousse cake for 12 dollars. Alex values choclate three times as much as he values strawberry. What is the value of the chocolate cake to Alex?
Ata 0.10, is there enough evidence to support the claim?
Probability and Statistics : Poisson Distributions and Standard Deviations, The number of violent crimes committed in a large city follows a Poisson distribution with an average rate of 10 per month.
A boat tied up at a dock bobs up and down with passing waves. the vertical distance between its high point and its low point is 1.8m and the cycle is repeated every 4 s. what is the sinusoidal equation?
question a curve passes through the point 0 9 and has the property that the slope of the curve at every point p is
Refer to the Chart of Accounts for exact wording of account titles.
If the probability that an identified hurricane will make a direct hit on a certain stretch of beach is 0.01, what are the odds against a direct hit?
Car A and Car B leave the origin at noon. Car A travels north at 33 mph and car B travels east at 56 mph.
Bright Star Financial Advisers receives a mean of 19.5 applications per week for a personal financial review. What is the probability that two of the analysts hired for part a would have no clients for an entire week
A cube has a sphere inscribed inside of it. It has another sphere circumscribed on the outside ot if (it being the cube). What is the ratio of the volume of the inside sphere to the volume of the outside sphere?
The following table is obtained from a random sample of 40 absences: You wish to test the claim that the absences occur on the five days with equal frequency. What is the value of the test statistic?
Consider a sequence of Bernoulli trials X1, X2, X3,..., when Xn =1 or 0. Assume Pr{Xn=1 l X1, X2, ..., X(n-1)} >= alpha > 0, n=1,2,... Prove that : a) Pr{Xn =1 for some n} = 1 b) Pr{Xn =1 infinitely often} =1
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